摘要
基于正交矩阵概念,给出了K-拟正交矩阵的概念,通过讨论拟正交矩阵的基本性质,研究了拟正交矩阵的行列式、逆矩阵、伴随矩阵、转置矩阵及其他矩阵的相关性质,并得到了拟正交矩阵的一些等价条件.
Based on the concept of orthogonal matrix,the concept of k-generalized orthogonal matrixhis is defined,and through the discussion of the basic properties of generalized orthogonal matrix,some relevant properties of its determinant,inverse matrix,adjoint matrix,transpose matrix,and other matrices are analyzed,and some equivalent conditions are obtained.
出处
《延边大学学报(自然科学版)》
CAS
2017年第4期311-313,共3页
Journal of Yanbian University(Natural Science Edition)
关键词
正交矩阵
拟正交矩阵
次正交矩阵
orthogonal matrix
k-generalized orthogonal matrix
sub-orthogonal matrix